Micro-earthquake epicenter positioning method calculated based on multilevel multi-scale grid similarity coefficient
A similarity coefficient and source location technology, applied in seismic signal processing and other directions, can solve problems such as the inability to meet the accuracy and real-time performance at the same time, the inability to improve computational efficiency and computational accuracy at the same time, and the limited application range, so as to avoid excessive positioning accuracy. The effect of low and high precision microseismic source location
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[0029] The basic implementation steps of the microseismic source location method based on multi-level grid division and similarity coefficient are as follows:
[0030]Step 1: Uniformly discretize the microseismic monitoring area into a grid model of i row x j column, and store the coordinate position of the corresponding grid segmentation point in a two-dimensional array L of i row x j column 0 , numbering row by row from the origin to create a two-dimensional array L of i row x j column 1 , the array L 1 The value of the element in is the average propagation velocity corresponding to the physical position of the grid space, and the numbering sequence is the same as that of L 0 .
[0031] Step 2: According to the array L 1 Calculate the travel time of seismic waves from each grid position in the grid model of i row x j column to each geophone, and store it in the three-dimensional array L of i row x j column x m channel 3 , where m channels represent the number of detector...
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